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Browsing School of Science by Subject "Hamilton cycle"

Browsing School of Science by Subject "Hamilton cycle"

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  • De Wet, Johan Pieter (2016-10)
    We say a graph is locally P if the induced graph on the neighbourhood of every vertex has the property P. Specically, a graph is locally traceable (LT) or locally hamiltonian (LH) if the induced graph on the neighbourhood ...

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